In: Chemistry
NADH and FADH2 are often considered “energy currency” in
cellular metabolism because they are generated
directly from Glycolysis and the TCA cycle. Using the following
half-cell potentials, calculate the Gibbs Free Energy
that can be derived from the oxidation of NADH and FADH2. Use the
Faraday Constant at 96,500 J/V mol.
FAD + 2H+ +2 e- = FADH2 Eo = -0.219V
NAD+ + H+ + 2 e- = NADH Eo = -0.320V
a. 21.3 and 30.8 kJ/mol
b. -21.3 and -30.8 kJ/mol
c. 42.3 and 61.8 kJ/mol
d. -42.3 and -61.8 kJ/mol
#1. Given, FAD + 2H+ + 2e ------> FADH2 ; E0 = - 0.219V - reaction 1
That is, reduction (reduction = gain of electrons) of FAD reduces redox potential by 0.219V energy.
# We have to calculate, free energy change for oxidation of FADH2.
So, write the reaction for oxidation of FADH2 by reversing reaction 1-
FADH2 ------> FAD + 2H+ + 2e ; E0 = + 0.219V - reaction 1”
When a reaction is reversed, the sign of its redox potential becomes opposite to that of the original reaction.
Now, using dG0 = - nF (dE0)
Where, n = number of electrons transferred
F = faraday’s constant
dE0 = redox potential
Now,
dG0 for FAD oxidation,
dG0 = - 2 x (96,500 J/V mol) x (+ 0.219 V)
= - 42267 J/mol
= - 42.267 kJ mol-1
#2. Given, NAD+ + H+ + 2e ------> NADH ; E0 = - 0.320V - reaction 2
That is, reduction (reduction = gain of electrons) of NAD+ lowers the redox potential by 0.320 V.
# We have to calculate, free energy change for oxidation of NADH.
So, write the reaction for oxidation of NADH by reversing reaction 2-
NADH ------> NAD+ + H+ + 2e ; E0 = + 0.320V
When a reaction is reversed, the sign of its redox potential becomes opposite to that of the original reaction.
Now,
dG0 for NADH oxidation-
dG0 = - 2 x (96,500 J/V mol) x (+ 0.320 V)
= - 61760 J/mol
= - 61.76 kJ mol-1
So, correct option is – D.
# The –ve sign of dG0 indicates that energy is being released during the process of oxidation of FADH2 and NADH.